ScalingStacks

0N80

Lemma 5. Suppose (๐’ž,โŠ—,I)(\mathcal{C},\otimes,I) is a semistrict monoidal 2-category. Then (๐’ž,โŠ—op,I)(\mathcal{C},\otimes^{\rm op},I) is also a semistrict monoidal 2-category, where โŠ—op=S๐’ž,๐’žโˆ˜โŠ—\otimes^{\rm op}=S_{\mathcal{C},\mathcal{C}}\circ\otimes.

0N81

Proof. Straightforward. โˆŽ

Original mathematics by the credited authors. Source collection and HTML conversion remain in progress.

John C. Baez, Martin Neuchl

Original source: arXiv:q-alg/9511013v2